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Prerequisites
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MAt519 Functions with Ccomplex Variable I
MAt520 Functions with Ccomplex Variable II
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Language of Instruction
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Turkish
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Responsible
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Prof. Dr. Hüseyin IRMAK
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Instructors
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1-)10143 10143 10143
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Assistants
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The related lecturers of the department
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Resources
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R1: Lecture notes
R2: Hayman, W.K., (1994), Mutivalent Functions, Cambridge Univ. Press, Cambridge.
R3: Nehari, Z., (1958), Comformal Mapping, Dover Publ. New York.
R4: Tutsche, W., (2000), Funktionentheorie 2 Distributionentheeonetische Methoden, Lecture Notes, Graz, Austraila.
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Supplementary Book
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R5: Vekua, I.N., (1963), Verallgemeinerte analytische Funktionen, Academia Verlag, Berlin.
R6: Pommerenke, C., (1975), Univalent Functions, Vanlenhoeck & Ruprecht, Götingen.
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Goals
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To teach Singularity and its types in C^2. To introduce generalized analytic functions, Integrals formulas and integrals in C^2.
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Content
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Singularity and its types in C^2, Generalized analytic functions, Integrals formulas, and integrals in C^2.
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